Question

Seetha drawed a first line of 21/6 and second line with length more than 42/6 of first line what is the length of second line

Answer 1

Given :

Length of the 1st line Seetha draws = $\frac{21}{6}$ units

To Find :

Length of 2nd line = ?

Solution :

Let the length of 2nd line be x.

Since it is given that length of 2nd line is $\frac{42}{6}$ units more that the 1st line .

So, we can write the relating equation as :

$x = \frac{21}{6} +(\frac{42}{6} \times \frac{21}{6})$

Or, $x = \frac{21}{6} + ( \frac{882}{36})= \frac{147 + 21}{6}= \frac{168}{6} = 28$

So, the length of 2nd line is 28 units .